Inertial manifolds on squeezed domains

M. Prizzi, K. P. Rybakowski

Let $\Omega$ be an arbitrary smooth bounded domain in ${\mathbb{R}}^2$ and $\epsilon >0$ be arbitrary. Squeeze $\Omega$ by the factor $\epsilon$ in the $y$-direction to obtain the squeezed domain $Ω_ε=\{(x,εy)\mid (…